5 citations · 13 across the 17 of their papers we have counts for
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Strongly Minimal Sets and Categoricity in Continuous Logic
James Hanson
The classical Baldwin-Lachlan characterization of uncountably categorical theories is known to fail in continuous logic in that not every inseparably categorical theory has a stron…
Approximate Categoricity in Continuous Logic
James Hanson
We explore approximate categoricity in the context of distortion systems, introduced in our previous paper, which are a mild generalization of perturbation systems, introduced by B…
Approximate Isomorphism of Metric Structures
James Hanson
We give a formalism for approximate isomorphism in continuous logic simultaneously generalizing those of two papers by Ben Yaacov and by Ben Yaacov, Doucha, Nies, and Tsankov, whic…
Indiscernible Subspaces and Minimal Wide Types
James Hanson
We develop the machinery of indiscernible subspaces in continuous theories of expansions of Banach spaces, showing that any such theory has an indiscernible subspace and therefore…